Answer: a) an increase in the Equilibrium price of "regular" cars.
Explanation:
It is stated that the automobile companies use their inputs to make either the <em>hybrid cars</em> or the <em>regular cars</em>.
If the price of the <em>Hybrid cars</em> rises sharply, Automobile companies will make more <em>Hybrid cars</em> so as to take advantage of the situation and make more profit.
This would reduce the amount of inputs that they have available for <em>regular cars</em> and so they will make less <em>regular cars. </em>
As this supply of <em>regular cars</em> decreases,the supply curve will shift to the left and the price will increase to cater for this reduction in supply.
Answer:
porsche
Explanation:
i don't know that was the first thing that came to my head when I thought of p
Answer: Option (D)
Explanation:
<em>ILO</em> is abbreviated as <em>International Labour Organization</em> is known as the UN body whose decree is to provide advancement in the social justice and thus also promote the respectable and appropriate work thereby setting and developing the international labour specifications. It is considered as the first specialised body of the United Nations.
ILO does not uses Lawsuits in order to encourage compliance with the labour standards.
Answer:
The three primary characteristics of perfect competition are (1) no company holds a substantial market share, (2) the industry output is standardized, and (3) there is freedom of entry and exit. The efficient market equilibrium in a perfect competition is where marginal revenue equals marginal cost.
Answer:
A. 15 units
B. $130
Explanation:
In order to solve this, we need to use the profit maximization condition for monopoly.
MR = MC will give us the optimal quantity and price for the monopolist.
The consumer's demand for the product is:
Qd = 80 - 0.5P
Therefore, we have:
P = (80 / 0.5) - (Qd / 0.5)
P = 160 - 2Qd
Recall that, Total Revenue:
TR = P * Q
So, in this case TR = 160Q - 2Q^2
MR = d(TR) / dQ = 160 - 4Q
Now, MR = MC
160 - 4Q = 100
4Q = 160 - 100
4Q = 60
Q = 60 / 4
Q = 15 units.
Now, P =160 - 2Q
P = 160 - 2(15)
P = 160 - 30 = 130
The optimal number of units to be placed in a package will therefore be 15 units while the firm should charge $130 for this package.
